3 papers
math-ph2026
Asymptotics for eigenvalues of one-dimensional Dirac operators in the weak coupling limit
Danko Aldunate, Juan Manuel González-Brantes, Hanne Van Den Bosch
In this paper, we derive new results on the asymptotic behavior of eigenvalues of perturbed one-dimensional massive Dirac operators in the weak coupling limit. Two classes of poten…
math-ph2025
Local Boundary Conditions for Dirac-type operators
Nadine GroÃe, Alejandro Uribe, Hanne van den Bosch
We consider Dirac-type operators on manifolds with boundary, and set out to determine all local smooth boundary conditions that give rise to (strongly) regular self-adjoint operato…
math.DG2025
Quantitative Stability for Yamabe minimizers on manifolds with boundary
BenjamÃn Borquez, Rayssa Caju, Hanne Van Den Bosch
This paper addresses the quantitative stability for a Yamabe-type functional on compact manifolds with boundary introduced by Escobar. Minimizers of the functional correspond to sc…